Inverse Problem of Optic Process Tomography Solved by Using Linear Neural Networks[J]. Journal of Image and Graphics, 2003, 8(7): 738. DOI: 10.11834/jig.200307265.
Inverse Problem of Optic Process Tomography Solved by Using Linear Neural Networks
The inverse problem of process tomography is also named imaging algorithms
it not only agree with the interactional principle of the stimulating field and measured substance
also match the spatial array geometry of sensors. The performance of proposed imaging algorithms(including image quality and calculating interval per frame) is a key question whether the process tomography can be applied to the industry process monitoring and control system. In order to get excellent reconstructing image
a sort of Linear Neural Networks method for image reconstruction are proposed. Through building the linear models of forward and inverse problems to optical tomography
this algorithms calculate the forward problem firstly to obtain pairs of modes of image projections relation
then which are used to train and build the Linear Neural Networks; Finally
the inverse problem can be reflected through using the trained linear neural networks. The numerical simulation demonstrated that the method is a robust imaging algorithm
the quality of image is excellent
and the temporal performance of imaging is very good with this method.